If 'A' is to 'Z', 'B' is to 'Y', then 'M' is to what?

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Question: If \'A\' is to \'Z\', \'B\' is to \'Y\', then \'M\' is to what?

Options:

Correct Answer: L

Solution:

The pattern is reverse alphabetical order. \'M\' corresponds to \'N\' (13th letter to 14th).

If 'A' is to 'Z', 'B' is to 'Y', then 'M' is to what?

If 'A' is to 'Z', 'B' is to 'Y', then 'M' is to what?

Step 1: Identify the position of the letters in the alphabet. 'A' is the 1st letter and 'Z' is the 26th letter.
Step 2: Notice the pattern: 'A' (1) is paired with 'Z' (26), which means the first letter is matched with the last letter.
Step 3: Look at the next pair: 'B' is the 2nd letter and 'Y' is the 25th letter. This continues the pattern of pairing the 2nd letter with the 2nd last letter.
Step 4: Now find the position of 'M'. 'M' is the 13th letter in the alphabet.
Step 5: To find the corresponding letter for 'M', we need to find the 14th letter from the end of the alphabet, which is 'N'.
Step 6: Therefore, 'M' corresponds to 'N'.

Reverse Alphabetical Order – The question tests the ability to recognize a pattern where letters are paired in reverse order from the end of the alphabet.